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首页> 外文期刊>Journal of the Australian Mathematical Society >Quasi-Frobenius quotient rings of group rings
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Quasi-Frobenius quotient rings of group rings

机译:群环的拟Frobenius商环

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摘要

The purpose of this paper is an extension of a theorem of Hughes (1973). He showed: Let R be a ring which has a right artinian right quotient ring and let G be a group which has a (transfinite) ascending normal series with each factor either finite or cyclic, but only a finite number of finite factors. Then the group ring RG has a right artinian right quotient ring.
机译:本文的目的是休斯(1973)定理的扩展。他表明:令R为具有右阿尔蒂尼式右商环的环,令G为具有(无限)升正态级数的组,且每个因数均为有限或周期性,但是有限数量的有限因数。然后,环环RG具有右阿尔蒂尼式右商环。

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